In Section 4, we construct a Morita context between the partial twisted smash
product \(\underline{A\circledast H}\)  and the twisted smash product \(B\circledast H\) ,
where \(H\)  is a Hopf algebra which acts partially on the unital
algebra \(A\) , \(B\)  is an enveloping action for partial actions. This
result can also be found in [1]} for the context of partial group actions.
